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A multiobjective hybrid ant colony optimization approach applied to the assignment and scheduling problem

机译:多目标混合蚁群优化方法在任务分配与调度中的应用

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摘要

The assignment and scheduling problem is inherently multiobjective. It generally involves multiple conflicting objectives and large and highly complex search spaces. The problem allows the determination of an efficient allocation of a set of limited and shared resources to perform tasks, and an efficient arrangement scheme of a set of tasks over time, while fulfilling spatiotemporal constraints. The main objective is to minimize the project makespan as well as the total cost. Finding a good approximation set is the result of trade-offs between diversity of solutions and convergence toward the Pareto-optimal front. It is difficult to achieve such a balance with NP-hard problems. In this respect, and in order to efficiently explore the search space, a hybrid bidirectional ant-based approach is proposed in this paper, which is an improvement of a bi-colony ant-based approach. Its main characteristic is that it combines a solution construction developed for a more complicated problem with a Pareto-guided local search engine.
机译:分配和调度问题本质上是多目标的。它通常涉及多个相互矛盾的目标以及庞大且高度复杂的搜索空间。该问题使得可以确定有限和共享资源的集合的有效分配以执行任务,以及随着时间的推移确定一组任务随时间的有效布置方案,同时满足时空约束。主要目的是最大程度地减少项目的工期和总成本。找到一个好的近似集是在解的多样性和向Pareto最优前沿收敛之间权衡的结果。难以解决NP难题。在这方面,为了有效地探索搜索空间,本文提出了一种基于混合双向蚂蚁的方法,它是对基于双殖民蚁的方法的改进。它的主要特点是将针对更复杂问题开发的解决方案构造与Pareto引导的本地搜索引擎相结合。

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